We describe a method for variable selection and classification for a non-parametric regression in high dimensions where only a relatively small subset ofvariables are relevant and may have nonlinear effects on the response. The newmethod, called the GRID, is proposed and deeply investigated in a forthcoming pa-per. It is an extension of the RODEO method of [3] (which only makes variableselection). Among the novelties of our procedure, a graphical tool for identifyingthe low dimensional nonlinear structure of the regression function is shown. Giventhe lenght of this paper, we briefly describe the method and present the theoreticalfoundations and simulation performance of only the first stage of the procedure (i.e.,variable select...
A new algorithm which preselects variables in nonlinear system models is introduced by converting t...
This paper considers variable selection and identification of dynamic additive nonlinear systems via...
A model is usually only an approximation of underlying reality. To access this reality in an adequat...
We describe a method for variable selection and classification for a non-parametric regression in hi...
A method for variable selection and structure discovery in the contextof nonparametric regression in...
We consider nonparametric regression in high dimensions where only a relatively small subset of a l...
Applying nonparametric variable selection criteria in nonlinear regression models generally requires...
The problem of variable selection in system identification of a high dimensional nonlinear non-param...
In this paper, the problem of variable selection is addressed for high-dimensional nonparametric add...
We propose a new method for input variable selection in nonlinear regression. The method is embedded...
We propose a new method for input variable selection in nonlinear regression. The method is embedded...
This paper considers a problem of variable selection for a high dimensional nonlinear non-parametric...
Nonparametric estimators are particularly affected by the curse of dimensionality. An interesting me...
We investigate structured sparsity methods for variable selection in regression problems where the t...
A new algorithm which preselects variables in nonlinear system models is introduced by converting t...
This paper considers variable selection and identification of dynamic additive nonlinear systems via...
A model is usually only an approximation of underlying reality. To access this reality in an adequat...
We describe a method for variable selection and classification for a non-parametric regression in hi...
A method for variable selection and structure discovery in the contextof nonparametric regression in...
We consider nonparametric regression in high dimensions where only a relatively small subset of a l...
Applying nonparametric variable selection criteria in nonlinear regression models generally requires...
The problem of variable selection in system identification of a high dimensional nonlinear non-param...
In this paper, the problem of variable selection is addressed for high-dimensional nonparametric add...
We propose a new method for input variable selection in nonlinear regression. The method is embedded...
We propose a new method for input variable selection in nonlinear regression. The method is embedded...
This paper considers a problem of variable selection for a high dimensional nonlinear non-parametric...
Nonparametric estimators are particularly affected by the curse of dimensionality. An interesting me...
We investigate structured sparsity methods for variable selection in regression problems where the t...
A new algorithm which preselects variables in nonlinear system models is introduced by converting t...
This paper considers variable selection and identification of dynamic additive nonlinear systems via...
A model is usually only an approximation of underlying reality. To access this reality in an adequat...